DISCUSSION
MET, MWDOC and OCWD have adopted their rate and fee adjustments for FY 2022-23. As a result, and in accordance with Ordinance 2890, the City will pass the increase in wholesale water purchase to its water customers.
Below is a calculation on the Commodity Delivery Charge rate change. All data used in the calculation are derived from a recent study performed by FG Solutions, including water supply estimates and cost estimates for both groundwater and imported water. Increase in imported water due to the PFAS/PFOA regulation is not part of this pass-through cost increase.
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)
Based on the above calculation, the Commodity Delivery Charge will increase by $0.40 per billing unit, or 100 cubic feet, in Fiscal Year 2022-23 from the base rate established on March 27, 2018 for Commodity Delivery Charge. The adjustment reflects the actual cost increase of wholesale water the City has to incur to continue to provide water to its residents. The City is authorized to automatically adjust the Commodity Delivery Charge component based upon actual increases incurred by the City for acquiring groundwater and imported water.
Comparing to the current commodity delivery charge, the increase is $0.10 per CCF for both Tier 1 and Tier residential customers as shown in the table below:
![](data:image/png;base64,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)
With this adjustment, the average residential customer’s water bill will increase by approximately $1.50 per month (assuming a 5/8 x 3/4-inch meter and 30 CCF of water use), or $3.00 on each bi-monthly bill. The new rate will take effect on January 1, 2023.
Notice of Change in Water Commodity Delivery Charges will be mailed to all City water customers on or before November 23, 2022.